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I think I posted the wrong class here earlier. Check again now.
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WEDNESDAY MAY 13
Integration by substitution Examples I
Integration by substitution Examples II
Integration by substitution Examples III
Integration by substitution Examples IIII
Integration by substitution Examples V
Integration by substitution Examples VI
Integration by substitution Examples VII
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MONDAY MAY 11
Logarithm and Exponential Functions I
Logarithm and Exponential Functions II
Logarithm and Exponential Functions III
Logarithm and Exponential Functions IIII
Logarithm and Exponential Functions V
Logarithm and Exponential Functions VI
Logarithm and Exponential Functions VII
You should now be able to work page 321 #43-62 and page 348 #33-52
Solutions to the Even numbered items are HERE (PAGE 321) and HERE (PAGE 348)
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WEDNESDAY MAY 6
Properties of Definite Integrals I
Properties of Definite Integrals II
Properties of Definite Integrals III
Properties of Definite Integrals IIII
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MONDAY MAY 4
Fundamental Theorem I
Fundamental Theorem II
Fundamental Theorem III
Fundamental Theorem IIII
Fundamental Theorem V
Fundamental Theorem VI
Fundamental Theorem VII
You should now be able to work page 292 #9-45
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MONDAY APRIL 27
No new videos today. Look over all information from Chapter 3. I will post the
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WEDNESDAY APRIL 22
Find the Coefficient Examples I
Find the Coefficient Examples II
Find the Coefficient Examples III a
Find the Coefficient Examples III b
Find the Coefficient Examples III c
HERE ARE A COUPLE EXAMPLES like those in that last video.
Solutions to these problems are Here.
Also HERE ARE A COUPLE MAX/MIN PROBLEMS that would be good to familiarize yourself with.
I’ll give you the weekend to work with these and will post solutions on Monday.
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MONDAY APRIL 20
Riemann Sums I
Riemann Sums II
Riemann Sums III
Riemann Sums IIII
Riemann Sums V
Riemann Sums VI
Riemann Sums VII
There is no assignment with this. Learn and become familiar with the terminology and ideas.
Also, STUDY YOUR BASIC FORMS! You’ll be glad you did.
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WEDNESDAY APRIL 15
NO NEW VIDEOS TODAY. I AM RE-ARRANGING THE WEB PAGE AND SEEING TO SOME OTHER DETAILS. DEVOTE A LITTLE MORE TIME TO YOUR OTHER CLASSES! 😉
You do NOT need to check in every day! ONCE to let me know you are accessing the web page is all you need.
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WEDNESDAY APRIL 15
NO NEW VIDEOS TODAY. I AMD RE-ARRANGING THE WEB PAGE AND SEEING TO SOME OTHER DETAILS. DEVOTE A LITTLE MORE TIME TO YOUR OTHER CLASSES! 😉
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Monday, April 13.
Section 4.1
Antiderivatives I
Antiderivatives II
Antiderivatives III
Antiderivatives IIII
Antiderivatives V
Antiderivatives VI
Antiderivatives VII
Antiderivatives VIII
You should now be able to work page 255 #15-44
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Chapter 3
Section 3.2
Mean Value Theorem
Increasing Decreasing Functions I
Increasing Decreasing Functions II
Increasing Decreasing Functions III
Example Problems
First Derivative Analysis with Polynomial Function
First Derivative Analysis with Rational Function
THERE IS A GIGANTIC MISTAKE IN THIS (First Derivative Analysis with Rational Function) VIDEO AT THE 3:54 TIME STAMP. (Thanks, student # 857! ). I WILL TRY TO PUT TOGETHER A PATCH SOMETIME THIS WEEK. grrr…
First Derivative Analysis with Trigonometric Function
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Section 3.4
1st Derivative Analysis Recap
Graph Analysis with f and f’
Concavity I
Second Derivative Analysis I
Inflection Points
Second Derivative Analysis Example 1 Trigonometric Function
After viewing these videos, you should be able to work page 196 #5, 7, 9, 17, 19, 32
Second Derivative Test Intro I
Second Derivative Test Intro II
Second Derivative Test Example I
Second Derivative Test Example II
Second Derivative Test Example III
Second Derivative Test Example III Addendum
After viewing these videos you should be able to work page 196 #33 – #43 odd
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Section 3.5
Limits at Infinity I
Limits at Infinity II
Limits at Infinity III
Limits at Infinity IIII
Section 3.6 Omit
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Section 3.7
Optimization I
Optimization II
Optimization III
Optimization IIII
You should now be able to work page 206 #13 – 23 and (after the optimization videos) page 224 #19, 21
Some of these items are worked out HERE.
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Section 5.7
Inverse Trig Derivatives I
Inverse Trig Derivatives II
Inverse Trig Derivatives III
You should now be able to work page 379 #41-50, #57-62, and #71
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Section 3.9
Differentials
There is no assignment for this section. Just watch the lesson and be aware of the ideas. More to come… 😉
Grades are Here.
WEDNESDAY APRIL 15
NO NEW VIDEOS TODAY. I AMD RE-ARRANGING THE WEB PAGE AND SEEING TO SOME OTHER DETAILS. DEVOTE A LITTLE MORE TIME TO YOUR OTHER CLASSES! 😉
Syllabus is a complete irrelevancy now.
Videos for Chapter 3
Section 3.2
Rolle’s Theorem
Instructions for how to access the E-Book are here:
1. Go to www.webassign.net
2. Click on “Enter Class key” button (near top right) and enter:
lonestar.northharris 0748 8535
Notice that the instructor’s name will be Andrea Spalding rather than mine. This is due to the work-around we used to patch over a glitch that arose.
3. Then either sign in using your existing account or follow the steps on your screen to set up your WebAssign account to get registered for this course. You will need the information
you purchased from the bookstore. You will then have access to the e-book and homework problems.
I encourage you to look up the translation of This.
This is good for any student to read, but especially if this is your first semester in college.
Text:
More to come.